Answer:
241 m/s
Explanation:
Converting the last answer from kilometers/hour to meters/second
An object on Mars will move at a tangential speed of 867.64 km/h. The linear speed of a spinning object equals its tangential speed.
It is the rotational object's linear speed. You can figure it out by dividing the circumference by the rotating time
v = C/t
Given data;
The radius of Mars is,r = 3,397 km
Time is taken by Mars to complete one rotation,t =24.6 hours
v is the tangential speed =?
The circumference is found as;
C = 2πr
C=2×3.14×3397
C= 21.3 × 10³ km
To find the tangential speed substitute the value;
v = 21.3 × 10³ km / 24.6 h
v=867.2 km/h
Hence the tangential speed of objects on the planet’s surface will be 867.2 km/h.
To learn more about tangential speed refer;
https://brainly.com/question/23043712
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